Question: Assume that that after analysizng a recursive function to find it's T(n) you find that T(n) = 1 + 2 * T(n/4) What is the

Assume that that after analysizng a recursive function to find it's T(n) you find that

T(n) = 1 + 2 * T(n/4) 

What is the big O performance of this function? Is it faster or slower than binay search? Is it faster or slowe than merge sort?

Hint: a ^ ( log x in base a^k) = x^(1/k)

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